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Introduction to Health Physics: Fourth Edition - Ruang Baca FMIPA UB

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632 CHAPTER 11<br />

The experiment is <strong>to</strong> be done in a labora<strong>to</strong>ry of dimensions 15 ft × 10 ft × 8 ft.<br />

The labora<strong>to</strong>ry is ventilated at a rate of 100 ft 3 /min.<br />

(a) Do any special measures have <strong>to</strong> be taken in order <strong>to</strong> control the atmospheric<br />

concentration of the 36Cl <strong>to</strong> 10% of its DAC (DAC = 1 × 10−6 μCi/cm3 )?<br />

(b) To what concentration of chloroform, in parts per million, does the radiological<br />

DAC correspond for this compound? Compare this concentration <strong>to</strong><br />

the chemical PEL for chloroform.<br />

11.7. For the purpose of estimating hazards from <strong>to</strong>xic vapors or gases of high molecular<br />

weight, it is sometimes incorrectly assumed that settling of the vapor is determined<br />

by the specific gravity of the pure vapor, which is defined as<br />

Molecular weight of the pure vapor<br />

“Molecular weight” of air<br />

instead of the correct specific gravity given by<br />

“Molecular weight” of air and vapor mixture<br />

.<br />

“Molecular weight” of air<br />

(a) If the vapor pressure of benzene (benzol), C6H6, is 160 mm Hg at 20◦C, calculate the correct specific gravity of a saturated air mixture of benzene<br />

vapors and compare it <strong>to</strong> the specific gravity of the pure vapor.<br />

(b) If the chemical PEL for benzene is 10 ppm by volume, calculate the specific<br />

gravity of an air–benzene mixture of this concentration.<br />

(c) What is the maximum specific activity of 14C-tagged benzene in order that<br />

one-half the radiological DAC for 14C (DAC = 1 × 10−6 μCi/cm3 ) not be<br />

exceeded by a benzene concentration of 10 ppm?<br />

11.8. Iodine-131 is <strong>to</strong> be continuously released <strong>to</strong> the environment through a chimney<br />

whose effective height is 100 m and whose discharge rate is 100 m3 /min. The<br />

average wind speed is 2 m/s and the lapse rate is stable.<br />

(a) At what maximum rate may the radioiodine be discharged if the maximum<br />

downwind ground level concentration is not <strong>to</strong> exceed 10% of the 10 CFR<br />

20 DAC of 2 × 10−8 μCi/cm3 (700 Bq/m3 ).<br />

(b) How far from the chimney will this maximum occur?<br />

11.9. Inhalation exposure is often described as the product of atmospheric concentration<br />

and time, as in units of Bq-s/m3 . Using the ICRP assumptions that 23%<br />

of inhaled iodine is deposited in the thyroid, and that the thyroid weighs 20 g,<br />

calculate the dose <strong>to</strong> the thyroid due <strong>to</strong> an acute exposure of 1 Bq-s/m3 of<br />

(a) 131I. (b) 133I. (c) Assuming that the other 77% of the inhaled iodine is absorbed in<strong>to</strong> the<br />

blood and is bound <strong>to</strong> the protein, calculate the <strong>to</strong>tal body doses due <strong>to</strong> the<br />

protein-bound iodine.<br />

(d) What is the effective dose from each iso<strong>to</strong>pe?<br />

11.10. Disposal of animal carcasses in a biomedical research institution is by incineration.<br />

If the incinera<strong>to</strong>r consumes air at the rate of 34 kg/min, how much 131I

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